-t 2 Expand f(t) = ē anse- .f.(.t.)...=.. sinh Tr ttt F# in Fourier Series... DO 2 sinh cest+... + (-D" -1+1² n=1 % n=1 nc-u" ·1+n² Sinn
-t 2 Expand f(t) = ē anse- .f.(.t.)...=.. sinh Tr ttt F# in Fourier Series... DO 2 sinh cest+... + (-D" -1+1² n=1 % n=1 nc-u" ·1+n² Sinn
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:2. Expand f(t) = ē
·anse- f.(.t.)...=..
ttt F#
sinh 2 sinh con
(-un
+
-1+1²
1²2₂
2.
·anse f(t) = 3
T
DE
M=1
in Fourier Series
-cesn..+..
DO
- Et
3. Find the Fourier series of the following function......
2
#<t <- tr
m
f..(.t.). = 2.
n=1
n=1
I < t < T
= sin(n). Cers.nt...
n(-U
-1+n²
Sinn
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